Advances in mathematical population dynamics - molecules, cells and man : proceedings of the 4th International Conference on Mathematical Population Dynamics
著者
書誌事項
Advances in mathematical population dynamics - molecules, cells and man : proceedings of the 4th International Conference on Mathematical Population Dynamics
(Series in mathematical biology and medicine, 6)
World Scientific, c1997
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注記
"4th International Conference on Mathematical Population Dynamics, held at Rice University, Houston, Texas, USA, May 23-27, 1995" -- Foreword
内容説明・目次
内容説明
This is a collection of refereed papers presented at the 4th International Conference on Mathematical Population Dynamics. The selection of papers and their organization were made by the following persons: O. Arino, D. Axelrod, V. Capasso, W. Fitzgibbon, P. Jagers, M. Kimmel, D. Kirschner, C. Mode, B. Novak, R. Sachs. W. Stephan, A. Swierniak and H. Thieme. It features some of the new trends in cell and human population dynamics. The main link between the two traits is that human populations of concern here are essentially those subject to cell diseases, either the processes of anarchic proliferation or those by which some cell lines are killed by an infectious agent. The volume is divided into three main parts. Each part is subdivided into chapters, each chapter concentrating on a specific aspect. Each aspect is illustrated by one or several examples, developed in sections contributed by several authors. A detailed introduction for each part enables the reader to refer to chapters of interest. An index and a bibliography for each part is also included for easy reference.
目次
- Part 1 DNA, viruses and cells: at the level of the genome
- models of cell population
- estimations of model parameters
- mathematical analysis of asynchronicity
- effect of radiation on cells. Part 2 Population dynamics in diseases in man: statistical AIDS models
- the basic reproduction rate
- new models of the AIDS epidemic
- the immune system
- various aspects of chemotherapy
- mathematical models for the disease dynamics of tuberculosis. Part 3 Further mathematical aspects: semigroup aspects
- spatial effects
- on equilibria convergence, persistence and attractiveness
- on branching processes
- aspects of controllability.
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